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RMS NPDL Sustainability
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A. Vocabulary (Definitions, examples, importance)
1. Pressure
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2. Force
3. Area
4. pascal (Pa)
5. kilopascal (kPa)
6. Compressibility
7. Flow pressure
8. Static pressure
9. Closed system
B. Hydraulics
1. Definition
2. Use
3. Devices
4. 1 Picture
5. 1 Video
C. Pneumatics
1. Definition
2. Use
3. Devices
4. 1 Picture
5. 1 Video
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A. Vocabulary (Definitions, examples, importance)
1. Pressure
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MenxPJUfPJWWaWo+eWuUy246NW9uAqsx7AE/pVm9nmkhJtLGAHFrPdyepaVkjiz9EcgfnVL1CEzGOIHHNkWMnp944HcgdTgdSB16kd6udtfTx3Eksm4DkxwSPZwl5YERnO1reXxwbtwO/bIuFG0+db+lrqsy8f4tfeStPpG/wCXQ9W1yGAqsrgO3wxgF3b+rGgLH6gYqucRtLcxrEqcoSyIqbj9oXDBwwCnEW0IX3ZY+A9BX3w9qmm+IWcsRkb4y7HnOf4zL9ox/b0qU0y3Mt8XI8Fsm0ZHeeUAsR/UiwP9Oa2+nha3bTQ9n2pQSQyIkIt7mNtt1GSWfmfjZ2y8gJ7MSfT62Gaonivg1ppVu7GQQXiDAYjwSp/Rygdx8/L8hjxde22oluo2ikzsaL4mMwbbsj/HuYeHHcMDnuaiE5IRHEtmkR50BeO6kYInKxmZz8KSIfDIuASS3wqCcjFZNB1Ga2Fyr2zzkXDGaS3YO25lRkbkNtbZyzGF2ljheoyDUjptqqubi7kiExXaq8xSsEZ6lFOernA3v5kADwgZwWuuwQ6lITPCI5bXc7c1MK8EmBk5wCUuPP8AB8qrNtyUrrtLbseIILoNyJAxX4kIKOh9HjYBl/MVV9b0OSZr2S2H8otpLe6iH4jymSSP+0keMeZUVt8R8R6dekcqK6uJl+CezhcOh8tsx2qR8iSp9KhtC4h1FZ5YooI3upFjT7TwmOOMybZp0jJWPcJR035yhwpyKtM7jSa0433CdsdbS5hSWM+FxnHmD5qfmD0/KsFxNUNptsbe71GJm3FZYyxACAyNCrysqDooLMeg8gO9bU01eZl7WmH0HTxyrFnxcS1G3ElZp5qi7u6A7/pWee708dGveTgAk9gMmkXBF6LOG5SHmxygybI+skasxK5Q/ECpB8PXr2ppOjtf3cNqM7WO+Yj7sCkbuvqxwo+bV+g44woAUAADAA6AAdgK24MUTXdvbzuu6y2LNEYp/wDPn8+nAvZpZNPq0agkJH9vKhBU74leOLcpGQQZv8a7/XwIhu3YGcYzjrj0z6V91rrGo08bLknJebz7KUpUuZSlKBSlKBSlKBSlKBSlKDn3F/AE0t/HdWBijd42jmaTJA+HbIFHxNtG3HbwrU1ons/t4IZkkzcSTrtmll6s4P3R+BB5KO2B3IzVnpUaje08p1pwzUdMksZ/dJWOVy1rMf8AORf0berL0BHyB9M4U1n7sg2sO/p/srsHFXC0WoQGKbIIO6N1+KNx2ZT/AIjzFcW1/TZrNxHfrjyjuFH2cg8uv3W9VP8AxyZsPflD2+g6ukx8rL+JbMlyD2IP0rRnmrSKeYII9Qaxs9Y+L6GuKI7xLBqkp2EjuCCPqGGP3r9G6noMVyFMilZFHgkQmOSM+e1x1A+XY+YNcU4F4YbULqM4/k0Lh5X8mZTlYlP3iTjPoPqM9O4h44MQtJLIJdxSXDQyCMhmyEdsIc43jYfCe/QdM5r0cFZrXu+W+KZaZM/6PUa/tp6vbiA41SKK5gzhbpoUOz0FwuMJ6cxfCfMJXsWnWsUmZI05MmOXLGxQRE4AjYxsAEPTa3bJwfuk2fStdt72M8l1kGMOh6MuehWSNvEp8sEVU9W4KktNz2CJPAc77KXBAB78h2+H/q2yvpjtWjbyJjXeE3PwlbN8SyN8muLhx+jSEVoS8DWHnaQH6pn9zVb4d4qQzCA3E8SM2yMPt3wSdvdZllRsdvA/Y/CTkdbVf2LKjNNeTLGoLMcQRYUdyWEWR+RFWhztMobUeFdLgUtLbWqDBPVB2HUkDuQB3PlX3wrwrbh/fPdoreMKeSpQI2wjxTy5+HI+FT8KnJ6nw6Hu9sUE92rrbydIIDvknvXx4ZHBJkcdcohOB0dsdAJ7TuGri8VG1Vvsl+C1GPFg+Frpl6SPjGUXCZHY9hEytWk+ZkjvZtQO2yJits4a6I6v6rbK3Q/9aRtHkGqy6NocNpHy4E2jOWOSzOx7u7nq7H1JqvcRcSXCLP7hEpjtF3yyODhuXhnt4VGNzbQQW7L2GT2173jiVbiaaJFlsIFiWYqMupkQytKmPiVEeLcvfDEjsajbpERCucd2bW+pyPkql5GhR/ITxDYUP1Tafn1qszavMhw4XP07/oa7Xq+j2+o2uyUCSJwHRlPUHGUkRh2PXofn6E1z699lN6hxBcwTJ5e8KyMB6FkBDH54FZMuGbTuHsdD11MVeGSNwpcmpyN8voK1yTuVVDSSucIi+JmY9v8Aj5Vd7b2SXrn7a4t4V8+SjyN/39oFXnhXgO20/LRKXlYYaaQ73PqAeyj5AD55qlOnn/prz/FqRXWGO/1a3s94M9wgZpcNczYaVh1Ax8Ma/wAK5P1JJ9KtlKVt8PnpmZnclKUogpSlApSlApSlApSlApSlApSlApSlArFc2qSKUkVXU9CrAMCPmD0NZaUFMvfZHp0hJWJoSf6GV4x/dztH5Csdr7HdORsuksuPKWZ2H6AgH86u9RfE+ovBaTPEpaXbtiUDO6VyEiH99l/LNNJ5TrW1dsOMUW5ltYYVjto45lhkXCh5oNpnRVHQKu/v5lHqM4T9n8cltpF1G7ROqQTSqoysxVCVLDIw43sN/fDEHPTE9/yAjbT7e1LujwrlZozhhKVIlcZ7hy75B7hqsGkacLe3hhUkiKNIwT3IRQoJ+fSiGX3RN4fYu8DG7aN2PTd3xWalKCn8d+zaDUlLjEVwBhZQPix2WQfeX9x5ehoUQ1KWaHT7uDmtD9oNxPLmAIELzyfehQ5JA8TnapAOTXbaoGp62YtUlnHWNIWtPkZghus/sI/6xxRE6TXCugxgtcySG5uSzxvM4xtKOyPHEnaOMMpGB37kmrLVd4TXlmWIHICxyZ9WcMsh/tNCXPzkNWKhE7jbxkBBBGQehB8xWho+gQWkHIt4wkeSdvVslviyTkn06+QA8qkKUSr/AAxw29i08aOGtWO+FDndCzEmSMHsY84I8xkj51YKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFKUoFfMkoUEsQAO5JwB9SajeI7+SGDMAUyu6RR787VaRwoZ8ddq5JwOpxjzqLg4Bhch793vpO+ZzmMH+CAfZqPyJ+dBmufaFp6NtN1EzfhjJnP6RBjXwPaBbH4Vu2HqLK6I/8ASqbtoIohshWNAPuoFXH9la8uLlUGXYKPViF/xqYhEzpGQ8cWjEAyNGT/AE0Utv8AvKij965yNV3WUkmQSC10T38fvPNH18ZC10Sfii1XObq3Hy58Y/1qor6dbtcs0DvLEZBKYIprVlLht4/zu/ZvJbb6+eOlXiNOVp3p0zSLCGKPNuF2PhgQxYMMDZhiT4duAB2Axit6ubwcSXFm7cq0mkhYljETGpjYnLGJldhtJJJQgYJJBGcVvf8A9YjHR7O9Q/NIsf3ubiqzWXSLQvVKp0XtLjf4Ladvo9qf8JzQ+0hR8Vpc/kbc/wDzVGpTyhcaVU7T2mWjMFl5tvk4Bmj2rn5yKWQfmRVrBz1FQl7SlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSleE0HtRuqcS2tt/zi4hi+TyKp/uk5P6VU9OS41kGZ5pLaxLMsUUJ2STKpKmSSTuqkg+FfL9TYdL4GsbbrDaxBvxMvMbPrvfLfvQRF77RdPuFaJOddbh8MFvO579GDKowQwBDA9CBg5rmfGPGMtzthgnvHUgKkbokDEnqDI0TEy+HyIQdic9c9b4juPdGa4aN3geIQzmMEvEqlykgUdSn2rhsdR4SAetcq0DTF0qZ7kL79YyxNELi3Adog2PiXPgbHhOcd+/3aCJueDRpyB766aGSRciG38UrD5nICrnzbp088VMafptpG8cbWTS3UmCsU8vvEmCM7pI1CJENvXxuDjrtrLrPDf8AlOVbuynSZ1CZI8RymOXzI87o3AABGCDj6k+XPDtxFd+/2hWO4Ls8kExIUs+eYElbAaNtx6PsYZ7nANdNT6cuUT5nv9+zZa6f3m4httN0vFuPtXbaApxnJZgvQeeAcfirRfia6EgWO10yY+SwOr5+irKG/apifXkkzJe2c1nMBg3CQLcKRjDDmctgUI8iCMedRtnplo7iS3vYA4OQRb20bg+o3IMH5haH7w+Lj2q7CUubFo3A6hZXjIPqAwyP3rJpnGtrcsEM89qx6A3CxTxZ8gXUKy/U9PnUha6RaymRTIt5I+Axd1mchc4ChPgAyfhAqovwXaxXMnvl5HBCreGNGE87L0ONiZ2eYy3Xp2qJmYTEVn0sXEdhyW238KFemJ4s9AezH7yKfUEj1xUZd2lxbqXt5WmQDJjl8Z29zsfuen+5rzXdUmvpoVsont7WGD3dDN96MgAls/F0AwBnGM56mpPT72C0lia7R5beOMKNpB2yKQFd0yOYMDAHXB8j0xbfbcufHVtVl9aZbT3caNDbzNvHbbhev/SNhCPnnqK6rwjpUlrZQwzMGdAfhJIUFmKoCepCKQoP8NRNn7UNL2qFuUjAAAVkeLAHQDDKAAKl7Pi6zmxyrq3cnyEyE/pnNc5nbtFYhL0rwGvahYpSlApSlApSlApSlApSlApSlApSlApSlApSlArw17Sg51c8YrpPKt5IOWkdvuIgJliSSR22I5Kb1XKNhhnO5vCcCtwe2jTMfzz59OTL/wDmrpcWiSACRVcBgwDANhlIZWGfMEAg+RFQb8HpvQ7vCtxJMU5aAESxujR+AL4cyFssGJJPX0CAPtpsWOIkupSegCQE5PfAyR1xVRu9Xs57gvY2up2twS+5rZFizsxzN0W/a23cu4dPiGe9XR+Ho2t4uaWihMxRIfc0QqHmMYXwAsm6HMfMyDtfcSD2z8RaC6Q3AR1jt2ZpZHaU9BIJRcmVWUq8KqUIjBGSvUjHUKVpfGEitmO6tWZ1Dfyuye0dkIyCZYMoRgg5Prmrfo2tyTq3N928sG3uOeG9em0bf1PeqpxRpTCSMhuTc9GhSEOFnuOXEge3IBAjCFN5dQWMe3IXqNzQ7+11KHdNbw85QOYrRrkEjo6kjOxu4Ofl5VesuV4WWeMfhH93/ZUNqekRyjxIAR2YKuR9CVNad1wdaHtGV/qSyp+wfFRs3BVt/wBN/wBvJ/8AdX7ueoLjhlACHnuCD5GRQMem0IFI+orBaaVbxeGM5+W8D9k2/wCFY24OtB3jLf1pHb/Wr7i0qCI5jijUjzCjP6nrUJmYYdSSYBRAyL6l9xwPLAHf86jG0QM26d2mbvg+FQfkgqYmkrTlkppHKWKZh28vSoy6tY2+JEP9kVtyyVozSUH3p+qz2hzaTyw4+6GLIfrG2VP6V1HgH2qi6f3e9CRzbSVkXwpIFGWyCfAwAJ74IB7dq41PdDzPSrRwPwdLcXEbyRsqjYQrwiQNHJvUyOkhVTDtR17lsspCkVSdOtJl+gwaV4owOle1V0KUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQKUpQK8ZcjBr2lBXdUgYRRm8EciqkiyyRJKsitJiNDAqbmXKuwJDZA6+uKnxVwjJNK11YvcJPC4jZJPtC0Qwg5SF8ctsFsOcNgnoc56Ne2zSLtWRozuU7k25wrBiviBGGAKn5E1q3Wl5lZ1EeHjZZVMY3THGIg0ncKoLjGD8flig5D/AMqHtSI76FonKBs5Mm8ncFY9S0e4RMcEeRPrW7Hr8UqkxurdcYVlJPXGQM9vrirda2cSWlsfeERYD7tOjstwnidUe2YhVyyFuUhxhQx8JzUdqvs6s5biO3ihjzHDCzM7uWEaz9sKAWZ0WRd5fPhAxjrVospNIlByyVpSydQPMkKPmSQFA+ZJA/OpmP2MoJJ/AhU83lbp5MKdwaDckYViCGKkbugiU5JY1Y+H+C7S3kuPdSGeN8tEWOxX5UbRJJkMzbT9opJJUyk+lTyV+X93NdS5kRIaGQ+GRspscbYsCY5Vz0QnDZ+E96i7q5lRSzW84XcACybRkpvAyT3KAt9Ovau7R8OBwrSllJ2M0UT4iDjc0oUBQWR2c7w3x7VyK+rzhzdI7xSNCHTawjVer7kzIQwKs2xOXkqTtJANRylbhDg76bdlXItnAWETncyj7JiQrAd2yQQAMk+lb+nez+5nnEbSRjpl1iYb1AnELnbNsOF8Z3AEHZgEmuyz6IJpJkkWYRcyGUEyK6SFAPsljOdkYMalhgZLZBr5tbNhCttKJkeRJczRSPJyxzMqPeJPGHIkBUY6YYDoBUblPGFI4X9nMMfMZ41nuIkaQRSSFJlYySe67ishjRWjTvj4uvTGKv8AounPbnYoblFAxMk8k7rLhV5Y35+zCqOu7uT065rdTTwJjLufcYxGRuO3AYsG29t/XG7vjpX1YWCQRrHCoRFzhR5ZJJ7/ADJP51CzYpSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlApSlArXnsI3eN3UF4iShPdSylWI+qkj862KUGtZWzIH3vv3SMy+BU2qTlU6d8fiPU1oSaazBIJeZNG253maURsGEqvEmIwpI6kdMdI8HOamKUERBoa8+RnhhC81Z42BYuZjGY5JHBGAduFGCenpUvilKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKBSlKD//Z width="244" height="159"]]
2. Force
3. Area
4. pascal (Pa)
5. kilopascal (kPa)
6. Compressibility
7. Flow pressure
8. Static pressure
9. Closed system
B. Hydraulics
1. Definition
2. Use
3. Devices
4. 1 Picture
5. 1 Video
C. Pneumatics
1. Definition
2. Use
3. Devices
4. 1 Picture
5. 1 Video